A FEM Approach for Analyzing the Corona Ionized Field of Bipolar Bundled Conductors

File Size Format
60498_1.pdf 246Kb Adobe PDF View
Title A FEM Approach for Analyzing the Corona Ionized Field of Bipolar Bundled Conductors
Author Yuan, Haiyan; Fu, Zhengcai; Lu, Junwei
Publication Title Proceedings of the 17th Conference on the Computation of Electromagnetic Fields
Editor Nathan Ida
Year Published 2009
Place of publication Brazil
Publisher ICS
Abstract A finite element method is proposed for an investigation of the bipolar bundled conductor ionized field. A computation program for the corona ionized field analysis was developed in which Deutsch's assumption was waived. The subconductors were considered as separate parts where the mutual impact was included. Each electric field line was initiated from the subconductor surface. The electric field was calculated by adopting the third order interpolating method. Furthermore, a method of estimating the initial space charge density of fluxtubes was introduced and then calculated by using the fourth order Runge-Kutta method. Finally, the computation program was verified and the corona current and related field properties of a ±800kV HVDC transmission line were investigated.
Peer Reviewed Yes
Published Yes
Publisher URI http://www.compumag2009.com/
Copyright Statement Copyright 2009 ICS. The attached file is posted here in accordance with the copyright policy of the publisher, for your personal use only. No further distribution permitted. Use hypertext link for access to publisher's website.
Conference name COMPUMAG2009
Location Brazil
Date From 2009-11-22
Date To 2009-11-26
URI http://hdl.handle.net/10072/31863
Date Accessioned 2010-03-04
Language en_AU
Research Centre Queensland Micro and Nanotechnology Centre
Faculty Faculty of Science, Environment, Engineering and Technology
Subject Electrical and Electronic Engineering; Power and Energy Systems Engineering (excl Renewable Power)
Publication Type Conference Publications (Full Written Paper - Refereed)
Publication Type Code e1

Show simple item record

Griffith University copyright notice